From 24a312f4c9c6a4ab2321455e62f2ea4804158c42 Mon Sep 17 00:00:00 2001 From: Jessica Scheick Date: Thu, 16 Nov 2023 17:08:51 +0000 Subject: [PATCH] clarify beam/spot stuff; minor typos --- tutorials/data-access/icepyx.ipynb | 3077 +--------------------------- 1 file changed, 56 insertions(+), 3021 deletions(-) diff --git a/tutorials/data-access/icepyx.ipynb b/tutorials/data-access/icepyx.ipynb index 7164618..ec65ab5 100644 --- a/tutorials/data-access/icepyx.ipynb +++ b/tutorials/data-access/icepyx.ipynb @@ -5,12 +5,12 @@ "id": "516b723a-2c3f-46a7-95d7-420e7d2d4999", "metadata": {}, "source": [ - "# Using `icepyx` to access Icesat-2 data" + "# Using `icepyx` to access ICESat-2 data" ] }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "id": "13d85ef2-5ed9-4bf6-b086-cd440a43c2e3", "metadata": { "tags": [] @@ -25,7 +25,7 @@ "id": "4b723884-afa0-44ba-bb86-fa909f2399d2", "metadata": {}, "source": [ - "## What is Icesat-2?" + "## What is ICESat-2?" ] }, { @@ -35,7 +35,7 @@ "source": [ "![IS2](https://icesat-2.gsfc.nasa.gov/sites/default/files/MissionLogo_0.png)\n", "\n", - "Icesat-2 is a satellite lidar instrument. Lidar is an active remote sensing instrument in which pulses of light are emitted and the return time is used to mesure distance. The available Icesat-2 data products range from sea ice freeboard to land elevation to cloud backscatter characteristics. A list of availble products can be found [here](https://icesat-2.gsfc.nasa.gov/science/data-products). In this tutorial we will look at `ATL08` Land Water Vegetation Elevation." + "ICESat-2 carries a satellite lidar instrument, ATLAS. Lidar is an active remote sensing technique in which pulses of light are emitted and the return time is used to measure distance. The available ICESat-2 data products range from sea ice freeboard to land elevation to cloud backscatter characteristics. A list of availble products can be found [here](https://icesat-2.gsfc.nasa.gov/science/data-products). In this tutorial we will look at the `ATL08` Land Water Vegetation Elevation product." ] }, { @@ -45,15 +45,7 @@ "source": [ "### Data Collection\n", "\n", - "Icesat-2 measures data along 6 different beams: 3 strong beams and 3 weak beams. The strong and weak beams are calibrated such that the weak beams have more sensitivity to viewing very bright surfaces (Ex. ice), which the strong beams are able to view surfaces with lower reflectances (Ex. water). The beams are called `gt1l`, `gt1r`, `gt2l`, `gt2r`, `gt3l`, and `gt3r`, where the `l` and `r` denotes whether the beam was strong or weak." - ] - }, - { - "cell_type": "markdown", - "id": "f9984f0b-ec83-499d-9b03-239d0d935144", - "metadata": {}, - "source": [ - "**Jessica** which one (l/r) is which? Or is this is what spot is for?" + "ICESat-2 measures data along 3 strong/weak beam pairs, resulting in 3 strong beams and 3 weak beams. The strong and weak beams are calibrated such that the weak beams have more sensitivity to viewing very bright surfaces (Ex. ice), while the strong beams are able to view surfaces with lower reflectances (Ex. water). The beams are designated in each data product as `gt1l`, `gt1r`, `gt2l`, `gt2r`, `gt3l`, and `gt3r`, where `gt` stands for \"ground track\", the number refers to the photon emitter, and the `l` and `r` indicate \"left\" or \"right\" beam of the pair. Which of these designations is strong or weak depends on the orientation of the satellite (forwards, `sc_orient==1`; backwards, `sc_orient==0`). A helpful table of which beams are strong/weak can be found on p131 of the [ATL03 Algorithm Theoretical Basis Document](https://icesat-2.gsfc.nasa.gov/sites/default/files/page_files/ICESat2_ATL03_ATBD_r006.pdf). The ATLAS spot number (values 1-6) is based on the ground track designation (`gt1l` etc.) and spacecraft orientation and, once determined can be used to consistently identify strong (Spots 1, 3, and 5) and weak (Spots 2, 4, and 6) beams." ] }, { @@ -75,7 +67,7 @@ "source": [ "### Counting Photons\n", "\n", - "The Icesat-2 lidar collects at the single photon level, different from most commercial lidar systems. A lot of additional photons get returned as solar background noise, and removing these unwanted photons is a key part of the algorithms that produce the higher level data products." + "The ICESat-2 lidar collects at the single photon level, different from most commercial lidar systems. A lot of additional photons get returned as solar background noise, and removing these unwanted photons is a key part of the algorithms that produce the higher level data products." ] }, { @@ -91,14 +83,6 @@ "Photo: Neuenschwander et. al. 2019, Remote Sens. Env. [DOI](https://doi.org/10.1016/j.rse.2018.11.005)" ] }, - { - "cell_type": "markdown", - "id": "fc0973c0-2332-41c5-86f0-775ccd2aa57a", - "metadata": {}, - "source": [ - "**Jessica** Do you understand how there could be photons returns that register a height below the ground?" - ] - }, { "cell_type": "markdown", "id": "800f2392-5b0c-4410-a9a4-67c1f152b15b", @@ -128,7 +112,7 @@ "id": "b4c70aa7-14ee-4375-a178-850fa5fc943b", "metadata": {}, "source": [ - "icepyx is a community built library for searching, downloading, and reading Icesat-2 data. While opening data should be straightforward, there are some oddities in navigating the organization of the Icesat-2 data. icepyx provides tools to help with those oddities." + "icepyx is a community and software library for searching, downloading, and reading ICESat-2 data. While opening data should be straightforward, there are some oddities in navigating the highly nested organization and hundreds of variables of the ICESat-2 data. icepyx provides tools to help with those oddities." ] }, { @@ -138,676 +122,29 @@ "source": [ "### Fitting icepyx into the data access package landscape\n", "\n", - "For Icesat-2 data, the icepyx package can:\n", + "For ICESat-2 data, the icepyx package can:\n", "- search for available data granules (data files)\n", "- order and download data\n", - "- order a subset of data: either clipped in space or containing fewer variables\n", + "- order a subset of data: clipped in space, time, containing fewer variables, or a few other options provided by NSIDC\n", "- provides functionality to search through the available data variables\n", - "- read Icesat-2 data into xarray DataArrays, including merging data from multiple files" + "- read ICESat-2 data into xarray DataArrays, including merging data from multiple files" ] }, { 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metadata: metadata[EXEC_MIME_TYPE]};\n render(props, toinsert[0]);\n element.append(toinsert);\n return toinsert\n }\n\n events.on('output_added.OutputArea', handle_add_output);\n events.on('output_updated.OutputArea', handle_update_output);\n events.on('clear_output.CodeCell', handle_clear_output);\n events.on('delete.Cell', handle_clear_output);\n events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n safe: true,\n index: 0\n });\n}\n\nif (window.Jupyter !== undefined) {\n try {\n var events = require('base/js/events');\n var OutputArea = require('notebook/js/outputarea').OutputArea;\n if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n register_renderer(events, OutputArea);\n }\n } catch(err) {\n }\n}\n" - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/html": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/html": [ - "\n", - "
\n", - "\n", - "\n", - "\n", - " \n", - " \n", - "\n", - "\n", - "\n", - "\n", - "
\n" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "import icepyx as ipx" ] }, { "cell_type": "code", - "execution_count": 33, + "execution_count": null, "id": "4928c4e8-e9c6-4ed2-a92f-139f0d2b243d", "metadata": { "tags": [] @@ -822,7 +159,7 @@ }, { "cell_type": "code", - "execution_count": 43, + "execution_count": null, "id": "82eea118-1a77-48c8-804e-78a877730d75", "metadata": { "tags": [] @@ -844,17 +181,9 @@ "We won't dive into using icepyx to search for and download data in this tutorial, since we already discussed how to do that with `earthaccess`. The code to search and download is still provided below for the curious reader. The [icepyx documentation](https://icepyx.readthedocs.io/en/latest/example_notebooks/IS2_data_access.html) shows more detail about different search parameters and how to inspect the results of a query." ] }, - { - "cell_type": "markdown", - "id": "8f4fd00b-ce62-4c1e-845c-07c4a743f42f", - "metadata": {}, - "source": [ - "**Jessica** icepyx does not search by roi, correct?" - ] - }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "id": "aefa7597-092f-4fa4-8292-c5aa62838baf", "metadata": { "tags": [] @@ -870,7 +199,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "id": "eaa29ac9-9fd5-445e-bb69-7dc6818a68f9", "metadata": { "tags": [] @@ -886,23 +215,12 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "id": "e89f263f-1615-4afc-a0cd-d6fcdfa16de4", "metadata": { "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "[['ATL08_20190504124152_05540301_006_02.h5']]" - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "# Display if any data files, or granules, matched our search\n", "region.avail_granules(ids=True)" @@ -910,32 +228,12 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "id": "d3d59565-0276-473f-ae6f-daab9068f563", "metadata": { "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "EARTHDATA_USERNAME and EARTHDATA_PASSWORD are not set in the current environment, try setting them or use a different strategy (netrc, interactive)\n", - "You're now authenticated with NASA Earthdata Login\n", - "Using token with expiration date: 12/15/2023\n", - "Using .netrc file for EDL\n", - "Total number of data order requests is 1 for 1 granules.\n", - "Data request 1 of 1 is submitting to NSIDC\n", - "order ID: 5000004609941\n", - "Initial status of your order request at NSIDC is: processing\n", - "Your order status is still processing at NSIDC. Please continue waiting... this may take a few moments.\n", - "Your order is: complete\n", - "Beginning download of zipped output...\n", - "Data request 5000004609941 of 1 order(s) is downloaded.\n", - "Download complete\n" - ] - } - ], + "outputs": [], "source": [ "# Download the granules to a into a folder called 'bosque_primavera_ATL08'\n", "region.download_granules('./bosque_primavera_ATL08')" @@ -976,20 +274,12 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "id": "d19e1cf9-f604-48b5-b761-6d374d0e2389", "metadata": { "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "You have 1 files matching the filename pattern to be read in.\n" - ] - } - ], + "outputs": [], "source": [ "pattern = \"processed_ATL{product:2}_{datetime:%Y%m%d%H%M%S}_{rgt:4}{cycle:2}{orbitsegment:2}_{version:3}_{revision:2}.h5\"\n", "reader = ipx.Read('./bosque_primavera_ATL08', \"ATL08\", pattern)" @@ -997,23 +287,12 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "id": "2ce5e7cd-da71-4a12-8d22-8467ba740270", "metadata": { "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 9, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "reader" ] @@ -1030,314 +309,12 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "id": "55ac93cf-5114-43ca-8c69-d27393116741", "metadata": { - "collapsed": true, - "jupyter": { - "outputs_hidden": true - }, "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "['ancillary_data/atlas_sdp_gps_epoch',\n", - " 'ancillary_data/control',\n", - " 'ancillary_data/data_end_utc',\n", - " 'ancillary_data/data_start_utc',\n", - " 'ancillary_data/end_cycle',\n", - " 'ancillary_data/end_delta_time',\n", - " 'ancillary_data/end_geoseg',\n", - " 'ancillary_data/end_gpssow',\n", - " 'ancillary_data/end_gpsweek',\n", - " 'ancillary_data/end_orbit',\n", - " 'ancillary_data/end_region',\n", - 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" 'gt3l/land_segments/segment_snowcover',\n", - " 'gt3l/land_segments/segment_watermask',\n", - " 'gt3l/land_segments/sigma_across',\n", - " 'gt3l/land_segments/sigma_along',\n", - " 'gt3l/land_segments/sigma_atlas_land',\n", - " 'gt3l/land_segments/sigma_h',\n", - " 'gt3l/land_segments/sigma_topo',\n", - " 'gt3l/land_segments/snr',\n", - " 'gt3l/land_segments/solar_azimuth',\n", - " 'gt3l/land_segments/solar_elevation',\n", - " 'gt3l/land_segments/surf_type',\n", - " 'gt3l/land_segments/terrain/h_te_best_fit',\n", - " 'gt3l/land_segments/terrain/h_te_best_fit_20m',\n", - " 'gt3l/land_segments/terrain/h_te_interp',\n", - " 'gt3l/land_segments/terrain/h_te_max',\n", - " 'gt3l/land_segments/terrain/h_te_mean',\n", - " 'gt3l/land_segments/terrain/h_te_median',\n", - " 'gt3l/land_segments/terrain/h_te_min',\n", - " 'gt3l/land_segments/terrain/h_te_mode',\n", - " 'gt3l/land_segments/terrain/h_te_rh25',\n", - " 'gt3l/land_segments/terrain/h_te_skew',\n", - " 'gt3l/land_segments/terrain/h_te_std',\n", - " 'gt3l/land_segments/terrain/h_te_uncertainty',\n", - " 'gt3l/land_segments/terrain/n_te_photons',\n", - " 'gt3l/land_segments/terrain/photon_rate_te',\n", - " 'gt3l/land_segments/terrain/subset_te_flag',\n", - " 'gt3l/land_segments/terrain/terrain_slope',\n", - " 'gt3l/land_segments/terrain_flg',\n", - " 'gt3l/land_segments/urban_flag',\n", - " 'gt3l/signal_photons/classed_pc_flag',\n", - " 'gt3l/signal_photons/classed_pc_indx',\n", - " 'gt3l/signal_photons/d_flag',\n", - " 'gt3l/signal_photons/delta_time',\n", - " 'gt3l/signal_photons/ph_h',\n", - " 'gt3l/signal_photons/ph_segment_id',\n", - " 'gt3r/land_segments/asr',\n", - " 'gt3r/land_segments/atlas_pa',\n", - " 'gt3r/land_segments/beam_azimuth',\n", - " 'gt3r/land_segments/beam_coelev',\n", - " 'gt3r/land_segments/brightness_flag',\n", - " 'gt3r/land_segments/canopy/can_noise',\n", - " 'gt3r/land_segments/canopy/canopy_h_metrics',\n", - " 'gt3r/land_segments/canopy/canopy_h_metrics_abs',\n", - " 'gt3r/land_segments/canopy/canopy_openness',\n", - " 'gt3r/land_segments/canopy/canopy_rh_conf',\n", - " 'gt3r/land_segments/canopy/centroid_height',\n", - " 'gt3r/land_segments/canopy/h_canopy',\n", - " 'gt3r/land_segments/canopy/h_canopy_20m',\n", - " 'gt3r/land_segments/canopy/h_canopy_abs',\n", - " 'gt3r/land_segments/canopy/h_canopy_quad',\n", - " 'gt3r/land_segments/canopy/h_canopy_uncertainty',\n", - " 'gt3r/land_segments/canopy/h_dif_canopy',\n", - " 'gt3r/land_segments/canopy/h_max_canopy',\n", - " 'gt3r/land_segments/canopy/h_max_canopy_abs',\n", - " 'gt3r/land_segments/canopy/h_mean_canopy',\n", - " 'gt3r/land_segments/canopy/h_mean_canopy_abs',\n", - " 'gt3r/land_segments/canopy/h_median_canopy',\n", - " 'gt3r/land_segments/canopy/h_median_canopy_abs',\n", - " 'gt3r/land_segments/canopy/h_min_canopy',\n", - " 'gt3r/land_segments/canopy/h_min_canopy_abs',\n", - " 'gt3r/land_segments/canopy/n_ca_photons',\n", - " 'gt3r/land_segments/canopy/n_toc_photons',\n", - " 'gt3r/land_segments/canopy/photon_rate_can',\n", - " 'gt3r/land_segments/canopy/photon_rate_can_nr',\n", - " 'gt3r/land_segments/canopy/segment_cover',\n", - " 'gt3r/land_segments/canopy/subset_can_flag',\n", - " 'gt3r/land_segments/canopy/toc_roughness',\n", - " 'gt3r/land_segments/cloud_flag_atm',\n", - " 'gt3r/land_segments/cloud_fold_flag',\n", - " 'gt3r/land_segments/delta_time',\n", - " 'gt3r/land_segments/delta_time_beg',\n", - " 'gt3r/land_segments/delta_time_end',\n", - " 'gt3r/land_segments/dem_flag',\n", - " 'gt3r/land_segments/dem_h',\n", - " 'gt3r/land_segments/dem_removal_flag',\n", - " 'gt3r/land_segments/h_dif_ref',\n", - " 'gt3r/land_segments/last_seg_extend',\n", - " 'gt3r/land_segments/latitude',\n", - " 'gt3r/land_segments/latitude_20m',\n", - " 'gt3r/land_segments/layer_flag',\n", - " 'gt3r/land_segments/longitude',\n", - " 'gt3r/land_segments/longitude_20m',\n", - " 'gt3r/land_segments/msw_flag',\n", - " 'gt3r/land_segments/n_seg_ph',\n", - " 'gt3r/land_segments/night_flag',\n", - " 'gt3r/land_segments/ph_ndx_beg',\n", - " 'gt3r/land_segments/ph_removal_flag',\n", - " 'gt3r/land_segments/psf_flag',\n", - " 'gt3r/land_segments/rgt',\n", - " 'gt3r/land_segments/sat_flag',\n", - " 'gt3r/land_segments/segment_id_beg',\n", - " 'gt3r/land_segments/segment_id_end',\n", - " 'gt3r/land_segments/segment_landcover',\n", - " 'gt3r/land_segments/segment_snowcover',\n", - " 'gt3r/land_segments/segment_watermask',\n", - " 'gt3r/land_segments/sigma_across',\n", - " 'gt3r/land_segments/sigma_along',\n", - " 'gt3r/land_segments/sigma_atlas_land',\n", - " 'gt3r/land_segments/sigma_h',\n", - " 'gt3r/land_segments/sigma_topo',\n", - " 'gt3r/land_segments/snr',\n", - " 'gt3r/land_segments/solar_azimuth',\n", - " 'gt3r/land_segments/solar_elevation',\n", - " 'gt3r/land_segments/surf_type',\n", - " 'gt3r/land_segments/terrain/h_te_best_fit',\n", - " 'gt3r/land_segments/terrain/h_te_best_fit_20m',\n", - " 'gt3r/land_segments/terrain/h_te_interp',\n", - " 'gt3r/land_segments/terrain/h_te_max',\n", - " 'gt3r/land_segments/terrain/h_te_mean',\n", - " 'gt3r/land_segments/terrain/h_te_median',\n", - " 'gt3r/land_segments/terrain/h_te_min',\n", - " 'gt3r/land_segments/terrain/h_te_mode',\n", - " 'gt3r/land_segments/terrain/h_te_rh25',\n", - " 'gt3r/land_segments/terrain/h_te_skew',\n", - " 'gt3r/land_segments/terrain/h_te_std',\n", - " 'gt3r/land_segments/terrain/h_te_uncertainty',\n", - " 'gt3r/land_segments/terrain/n_te_photons',\n", - " 'gt3r/land_segments/terrain/photon_rate_te',\n", - " 'gt3r/land_segments/terrain/subset_te_flag',\n", - " 'gt3r/land_segments/terrain/terrain_slope',\n", - " 'gt3r/land_segments/terrain_flg',\n", - " 'gt3r/land_segments/urban_flag',\n", - " 'gt3r/signal_photons/classed_pc_flag',\n", - " 'gt3r/signal_photons/classed_pc_indx',\n", - " 'gt3r/signal_photons/d_flag',\n", - " 'gt3r/signal_photons/delta_time',\n", - " 'gt3r/signal_photons/ph_h',\n", - " 'gt3r/signal_photons/ph_segment_id',\n", - " 'orbit_info/bounding_polygon_lat1',\n", - " 'orbit_info/bounding_polygon_lon1',\n", - " 'orbit_info/crossing_time',\n", - " 'orbit_info/cycle_number',\n", - " 'orbit_info/lan',\n", - " 'orbit_info/orbit_number',\n", - " 'orbit_info/rgt',\n", - " 'orbit_info/sc_orient',\n", - " 'orbit_info/sc_orient_time',\n", - " 'quality_assessment/qa_granule_fail_reason',\n", - " 'quality_assessment/qa_granule_pass_fail']" - ] - }, - "execution_count": 10, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "reader.vars.avail()" ] @@ -1404,7 +381,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "id": "f32bd099-3dab-4613-907b-d538726b28f5", "metadata": { "tags": [] @@ -1432,647 +409,12 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "id": "63c134a7-9ba3-48f0-9d8a-e5e6473ff49a", "metadata": { "tags": [] }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/srv/conda/envs/notebook/lib/python3.10/site-packages/icepyx/core/read.py:520: UserWarning: rename 'delta_time' to 'photon_idx' does not create an index anymore. Try using swap_dims instead or use set_index after rename to create an indexed coordinate.\n", - " .rename({\"delta_time\": \"photon_idx\"})\n", - "/srv/conda/envs/notebook/lib/python3.10/site-packages/icepyx/core/read.py:520: UserWarning: rename 'delta_time' to 'photon_idx' does not create an index anymore. Try using swap_dims instead or use set_index after rename to create an indexed coordinate.\n", - " .rename({\"delta_time\": \"photon_idx\"})\n" - ] - }, - { - "data": { - "text/html": [ - "
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<xarray.Dataset>\n",
-       "Dimensions:              (gran_idx: 1, photon_idx: 211, spot: 2)\n",
-       "Coordinates:\n",
-       "  * gran_idx             (gran_idx) float64 5.54e+04\n",
-       "  * photon_idx           (photon_idx) int64 0 1 2 3 4 5 ... 206 207 208 209 210\n",
-       "  * spot                 (spot) uint8 1 2\n",
-       "    source_file          (gran_idx) <U74 './bosque_primavera_ATL08/processed_...\n",
-       "    delta_time           (photon_idx) datetime64[ns] 2019-05-04T12:47:13.5766...\n",
-       "Data variables:\n",
-       "    sc_orient            (gran_idx) int8 0\n",
-       "    cycle_number         (gran_idx) int8 3\n",
-       "    rgt                  (gran_idx, spot, photon_idx) float32 554.0 ... 554.0\n",
-       "    atlas_sdp_gps_epoch  (gran_idx) datetime64[ns] 2018-01-01T00:00:18\n",
-       "    data_start_utc       (gran_idx) datetime64[ns] 2019-05-04T12:46:31.876322\n",
-       "    data_end_utc         (gran_idx) datetime64[ns] 2019-05-04T12:48:54.200826\n",
-       "    latitude             (spot, gran_idx, photon_idx) float32 20.59 ... 20.73\n",
-       "    longitude            (spot, gran_idx, photon_idx) float32 -103.7 ... -103.7\n",
-       "    gt                   (gran_idx, spot) object 'gt3l' 'gt3r'\n",
-       "    h_canopy             (photon_idx) float32 12.12 4.747 11.83 ... nan nan nan\n",
-       "Attributes:\n",
-       "    data_product:  ATL08\n",
-       "    Description:   Contains data categorized as land at 100 meter intervals.\n",
-       "    data_rate:     Data are stored as aggregates of 100 meters.
" - ], - "text/plain": [ - "\n", - "Dimensions: (gran_idx: 1, photon_idx: 211, spot: 2)\n", - "Coordinates:\n", - " * gran_idx (gran_idx) float64 5.54e+04\n", - " * photon_idx (photon_idx) int64 0 1 2 3 4 5 ... 206 207 208 209 210\n", - " * spot (spot) uint8 1 2\n", - " source_file (gran_idx) " - ] - }, - "execution_count": 14, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "ds.plot.scatter(x=\"longitude\", y=\"latitude\", hue=\"h_canopy\")" ] @@ -2149,7 +470,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": null, "id": "6538688f-00d1-447c-a5e2-8bb47140965f", "metadata": {}, "outputs": [], @@ -2163,18 +484,10 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": null, "id": "d5f82c65-778b-47aa-9ea1-8ee87d84846e", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "We are already authenticated with NASA EDL\n" - ] - } - ], + "outputs": [], "source": [ "# Specify desired variables\n", "region.order_vars.append(var_list=['h_canopy', 'latitude', 'longitude'])" @@ -2182,28 +495,12 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": null, "id": "c83121ad-f9fa-4373-9cb6-90708c73693c", "metadata": { "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Total number of data order requests is 1 for 1 granules.\n", - "Data request 1 of 1 is submitting to NSIDC\n", - "order ID: 5000004609948\n", - "Initial status of your order request at NSIDC is: processing\n", - "Your order status is still processing at NSIDC. Please continue waiting... this may take a few moments.\n", - "Your order is: complete\n", - "Beginning download of zipped output...\n", - "Data request 5000004609948 of 1 order(s) is downloaded.\n", - "Download complete\n" - ] - } - ], + "outputs": [], "source": [ "# Download the granules, using the Coverage kwarg to specify variables\n", "region.download_granules(path='./ATL08_h_canopy', Coverage=region.order_vars.wanted)" @@ -2211,18 +508,10 @@ }, { "cell_type": "code", - "execution_count": 26, + "execution_count": null, "id": "0488dbb2-6c00-42ad-b53b-7d3856c20751", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "You have 2 files matching the filename pattern to be read in.\n" - ] - } - ], + "outputs": [], "source": [ "# Read the new data\n", "pattern = \"processed_ATL{product:2}_{datetime:%Y%m%d%H%M%S}_{rgt:4}{cycle:2}{orbitsegment:2}_{version:3}_{revision:2}.h5\"\n", @@ -2239,37 +528,10 @@ }, { "cell_type": "code", - "execution_count": 27, + "execution_count": null, "id": "3f69fa49-1dc2-4bca-a4d1-e2bffab778b3", "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "['ancillary_data/atlas_sdp_gps_epoch',\n", - " 'ancillary_data/data_end_utc',\n", - " 'ancillary_data/data_start_utc',\n", - " 'ancillary_data/end_delta_time',\n", - " 'ancillary_data/granule_end_utc',\n", - " 'ancillary_data/granule_start_utc',\n", - " 'ancillary_data/start_delta_time',\n", - " 'gt3l/land_segments/canopy/h_canopy',\n", - " 'gt3l/land_segments/delta_time',\n", - " 'gt3l/land_segments/latitude',\n", - " 'gt3l/land_segments/longitude',\n", - " 'gt3r/land_segments/canopy/h_canopy',\n", - " 'gt3r/land_segments/delta_time',\n", - " 'gt3r/land_segments/latitude',\n", - " 'gt3r/land_segments/longitude',\n", - " 'orbit_info/sc_orient',\n", - " 'orbit_info/sc_orient_time']" - ] - }, - "execution_count": 27, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "reader.vars.avail()" ] @@ -2294,20 +556,12 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": null, "id": "16717d91-f92d-4bb7-b484-1700e82fec84", "metadata": { "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "You have 1 files matching the filename pattern to be read in.\n" - ] - } - ], + "outputs": [], "source": [ "# Set up the data reader\n", "pattern = \"processed_ATL{product:2}_{datetime:%Y%m%d%H%M%S}_{rgt:4}{cycle:2}{orbitsegment:2}_{version:3}_{revision:2}.h5\"\n", @@ -2316,7 +570,7 @@ }, { "cell_type": "code", - "execution_count": 29, + "execution_count": null, "id": "933518f6-6b5f-4238-b272-d1fe305ad5a1", "metadata": {}, "outputs": [], @@ -2327,467 +581,10 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": null, "id": "6bf76063-c502-40fe-9930-4518b8a639b5", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/srv/conda/envs/notebook/lib/python3.10/site-packages/icepyx/core/read.py:520: UserWarning: rename 'delta_time' to 'photon_idx' does not create an index anymore. Try using swap_dims instead or use set_index after rename to create an indexed coordinate.\n", - " .rename({\"delta_time\": \"photon_idx\"})\n", - "/srv/conda/envs/notebook/lib/python3.10/site-packages/icepyx/core/read.py:520: UserWarning: rename 'delta_time' to 'photon_idx' does not create an index anymore. Try using swap_dims instead or use set_index after rename to create an indexed coordinate.\n", - " .rename({\"delta_time\": \"photon_idx\"})\n", - "/srv/conda/envs/notebook/lib/python3.10/site-packages/icepyx/core/read.py:520: UserWarning: rename 'delta_time' to 'photon_idx' does not create an index anymore. Try using swap_dims instead or use set_index after rename to create an indexed coordinate.\n", - " .rename({\"delta_time\": \"photon_idx\"})\n", - "/srv/conda/envs/notebook/lib/python3.10/site-packages/icepyx/core/read.py:520: UserWarning: rename 'delta_time' to 'photon_idx' does not create an index anymore. Try using swap_dims instead or use set_index after rename to create an indexed coordinate.\n", - " .rename({\"delta_time\": \"photon_idx\"})\n" - ] - }, - { - "data": { - "text/html": [ - "
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<xarray.Dataset>\n",
-       "Dimensions:              (gran_idx: 1, photon_idx: 25234, spot: 2)\n",
-       "Coordinates:\n",
-       "  * gran_idx             (gran_idx) float64 5.54e+04\n",
-       "  * photon_idx           (photon_idx) int64 0 1 2 3 ... 25230 25231 25232 25233\n",
-       "  * spot                 (spot) uint8 1 2\n",
-       "    source_file          (gran_idx) <U74 './bosque_primavera_ATL08/processed_...\n",
-       "    delta_time           (photon_idx) datetime64[ns] 2019-05-04T12:47:13.5766...\n",
-       "Data variables:\n",
-       "    sc_orient            (gran_idx) int8 0\n",
-       "    cycle_number         (gran_idx) int8 3\n",
-       "    rgt                  (gran_idx, spot, photon_idx) float32 554.0 ... nan\n",
-       "    atlas_sdp_gps_epoch  (gran_idx) datetime64[ns] 2018-01-01T00:00:18\n",
-       "    data_start_utc       (gran_idx) datetime64[ns] 2019-05-04T12:46:31.876322\n",
-       "    data_end_utc         (gran_idx) datetime64[ns] 2019-05-04T12:48:54.200826\n",
-       "    latitude             (spot, gran_idx, photon_idx) float32 20.59 ... nan\n",
-       "    longitude            (spot, gran_idx, photon_idx) float32 -103.7 ... nan\n",
-       "    gt                   (gran_idx, spot) <U4 'gt3l' 'gt3r'\n",
-       "    ph_h                 (spot, gran_idx, photon_idx) float32 nan ... 0.05542\n",
-       "    classed_pc_flag      (spot, gran_idx, photon_idx) float32 nan nan ... 1.0\n",
-       "Attributes:\n",
-       "    data_product:  ATL08
" - ], - "text/plain": [ - "\n", - "Dimensions: (gran_idx: 1, photon_idx: 25234, spot: 2)\n", - "Coordinates:\n", - " * gran_idx (gran_idx) float64 5.54e+04\n", - " * photon_idx (photon_idx) int64 0 1 2 3 ... 25230 25231 25232 25233\n", - " * spot (spot) uint8 1 2\n", - " source_file (gran_idx) " - ] - }, - "execution_count": 45, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# plot\n", "fig, ax = plt.subplots()\n", @@ -2842,7 +618,7 @@ }, { "cell_type": "code", - "execution_count": 38, + "execution_count": null, "id": "a52bcd53-0457-4906-beb8-946fef1cf2c1", "metadata": {}, "outputs": [], @@ -2855,640 +631,10 @@ }, { "cell_type": "code", - "execution_count": 39, + "execution_count": null, "id": "8c7cfb1c-6408-411c-8f87-e5040898149b", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/srv/conda/envs/notebook/lib/python3.10/site-packages/icepyx/core/read.py:520: UserWarning: rename 'delta_time' to 'photon_idx' does not create an index anymore. Try using swap_dims instead or use set_index after rename to create an indexed coordinate.\n", - " .rename({\"delta_time\": \"photon_idx\"})\n", - "/srv/conda/envs/notebook/lib/python3.10/site-packages/icepyx/core/read.py:520: UserWarning: rename 'delta_time' to 'photon_idx' does not create an index anymore. Try using swap_dims instead or use set_index after rename to create an indexed coordinate.\n", - " .rename({\"delta_time\": \"photon_idx\"})\n" - ] - }, - { - "data": { - "text/html": [ - "
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<xarray.Dataset>\n",
-       "Dimensions:              (gran_idx: 1, photon_idx: 211, spot: 2)\n",
-       "Coordinates:\n",
-       "  * gran_idx             (gran_idx) float64 5.54e+04\n",
-       "  * photon_idx           (photon_idx) int64 0 1 2 3 4 5 ... 206 207 208 209 210\n",
-       "  * spot                 (spot) uint8 1 2\n",
-       "    source_file          (gran_idx) <U74 './bosque_primavera_ATL08/processed_...\n",
-       "    delta_time           (photon_idx) datetime64[ns] 2019-05-04T12:47:13.5766...\n",
-       "Data variables:\n",
-       "    sc_orient            (gran_idx) int8 0\n",
-       "    cycle_number         (gran_idx) int8 3\n",
-       "    rgt                  (gran_idx, spot, photon_idx) float32 554.0 ... 554.0\n",
-       "    atlas_sdp_gps_epoch  (gran_idx) datetime64[ns] 2018-01-01T00:00:18\n",
-       "    data_start_utc       (gran_idx) datetime64[ns] 2019-05-04T12:46:31.876322\n",
-       "    data_end_utc         (gran_idx) datetime64[ns] 2019-05-04T12:48:54.200826\n",
-       "    latitude             (spot, gran_idx, photon_idx) float32 20.59 ... 20.73\n",
-       "    longitude            (spot, gran_idx, photon_idx) float32 -103.7 ... -103.7\n",
-       "    gt                   (gran_idx, spot) object 'gt3l' 'gt3r'\n",
-       "    h_te_best_fit        (photon_idx) float32 1.342e+03 1.34e+03 ... 1.381e+03\n",
-       "Attributes:\n",
-       "    data_product:  ATL08\n",
-       "    Description:   Contains data categorized as land at 100 meter intervals.\n",
-       "    data_rate:     Data are stored as aggregates of 100 meters.
" - ], - "text/plain": [ - "\n", - "Dimensions: (gran_idx: 1, photon_idx: 211, spot: 2)\n", - "Coordinates:\n", - " * gran_idx (gran_idx) float64 5.54e+04\n", - " * photon_idx (photon_idx) int64 0 1 2 3 4 5 ... 206 207 208 209 210\n", - " * spot (spot) uint8 1 2\n", - " source_file (gran_idx) " - ] - }, - "execution_count": 46, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "fig, ax = plt.subplots()\n", "fig.set_size_inches(12, 3)\n", @@ -3653,7 +778,7 @@ }, { "cell_type": "code", - "execution_count": 47, + "execution_count": null, "id": "3a7ca0c3-d8c7-4619-8077-9f7b5b169447", "metadata": {}, "outputs": [], @@ -3663,100 +788,10 @@ }, { "cell_type": "code", - "execution_count": 48, + "execution_count": null, "id": "3f699f30-269b-4005-ad99-0d1ff14a9868", "metadata": {}, - "outputs": [ - { - "data": {}, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "application/vnd.holoviews_exec.v0+json": "", - "text/html": [ - "
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